To investigate whether f(R) gravity can relieve current $$H_0$$ H 0 and $$sigma _8$$ σ 8 tensions, we constrain the Hu-Sawicki f(R) gravity with Planck-2018 cosmic microwave background and redshift space distortions observations. We find that this model fails to relieve both $$H_0$$ H 0 and $$sigma _8$$ σ 8 tensions, and that its two typical parameters $$log _{10}f_{R0}$$ log 10 f R 0 and n are insensitive to other cosmological parameters. Combining the cosmic microwave background, baryon acoustic oscillations, Type Ia supernovae, cosmic chronometers with redshift space distortions observations, we give our best constraint $$log _{10}f_{R0}-6.75$$ log 10 f R 0 - 6.75 at the $$2sigma $$ 2 σ confidence level.
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机译:为了调查F(R)重力是否可以减轻当前$$ H 0和$$ H 0和$$ SIGMA _8 $$σ8张力,我们将HU-SAWICKI F(R)重力用Planck-2018宇宙微波背景和红移 空间扭曲观测。 我们发现,此模型无法减轻$$ H_0 $$ H 0和$$ SIGMA _8 $$σ8张力,并且其两个典型参数$$ log _ {10} f_ {r0} $$ log 10 F R 0和N对其他宇宙学参数不敏感。 结合宇宙微波背景,重新谐振声振荡,IA超新星,宇宙计时器,带红档空间扭曲观测,我们提供了最好的约束$$ log _ {10} f_ {r0}& -6.75 $$ log 10 f r 0 & - 6.75在$$ 2 sigma $$ 2Σ置信水平。
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